On the propagation of plane waves at a pure shear interface.
On the propagation of Scholte-Gogoladze surface waves along the interface of arbitrary shape between an elastic body and a fluid.
On the propagation of seismic waves in block fluid media.
Onde sferiche in termoelasticità lineare
After writing the equations which characterize the thermomechanics of hyperelastic continua subject to small transformations according to a recent hypothesis on the heat flux vector, we study the spherical thermomechanical waves.
Ondes élastiques dans une bande périodique
Periodic traveling waves in the system of linearly coupled nonlinear oscillators on 2D-lattice
In this paper we obtain results on existence of non-constant periodic traveling waves with arbitrary speed in infinite system of linearly coupled nonlinear oscillators on a two-dimensional lattice. Sufficient conditions for the existence of such solutions are obtained with the aid of critical point method and linking theorem.
Propagation of elastic surface waves along a cylindrical cavity of arbitrary cross section
Propagation of monochromatic waves in an initially stressed infinite micropolar elastic plate
Propagation of Rayleigh-type waves in aeolotropic material with cubic symmetry
Propagation of seismic waves in block elastic-fluid media. III.
Propagation of stress waves in elastic solids.
Propagazione di onde di accelerazione in un solido viscoelastico di Cosserat
Rayleigh wave scattering at the foot of a mountain.
Rayleigh waves in a thermoelastic granular medium under initial stress.
Rayleigh waves in a viscoelastic half-space under initial hydrostatic stress in the presence of the temperature field.
Reconstruction of the parameters of a system of connected beams from dynamic boundary measurements.
Recovering a time- and space-dependent kernel in a hyperbolic integro-differential equation from a restricted Dirichlet-to-Neumann operator.
Reflection and transmission of elastic waves at viscous liquid/micropolar elastic solid interface.
Reflection and transmission of seismic waves under initial stress at the earth's core-mantle boundary.
Résonances de Rayleigh en dimension 2
Nous étudions les résonances de Rayleigh créées par un obstacle strictement convexe à bord analytique en dimension 2. Nous montrons qu’il existe exactement deux suites de résonances et convergeant exponentiellement vite vers l’axe réel dans un voisinage polynomial de l’axe réel, et exponentiellement proches d’une suite de quasimodes réels. De plus, est un symbole analytique d’ordre 0 en la variable dont on donne le premier terme du développement. Nous construisons pour cela des quasimodes...